Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit247-03-20020201_154300_20020201_202800-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/02/01 |
Start Time | | 2002/02/01 15:43 |
End Time | | 2002/02/01 20:26 |
Key Words | | Facsko et al 2016: 1-year run of GUMICS |
Model | | GUMICS |
Model Version | | 4-HC |
Validation Level | | 1 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSE |
Dipole Tilt, in the X-Z Plane, at Start deg | | 8.12 |
Dipole Tilt, in Y-Z GSE plane, deg | | -20.91 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 238.50000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit247-03-20020201_154300_20020201_202800-constBx0 |
Minimum Dst Value | | -33 |
SW Source | | DSCOVR-realtime |
Diagnostic Indices | | NO |
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View interactive javascript plot of satellite positions during this run in a new window.
Model values plot for GOES-9 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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